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Can a cube compose with another cube of the same size to form a larger cube?
Wiki User
∙ 12y ago
No. If they maintain their original size and combine, then it would not be a cube anymore.
Wiki User
∙ 12y ago
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How do you find the area of cubes together?
If many smaller cubes are combined to form a larger cube, then the surface area of the large cube is: 6 x (length of one side squared)
Which 3D shapes fit together if any?
There are several 3D shapes that fit together to form larger structures. Some examples include cubes, which fit together to create a larger cube, and tetrahedrons, which can be arranged to form larger tetrahedron structures. Additionally, octahedrons and icosahedrons can be combined to create larger shapes as well.
What is a cube is removed from the corner of a larger cube Datermine and explain the relationship between the total surface area of the original larger cube the new figure with the missing portion?
If we remove a cube from the corner then cavity we get to see can be considered in the form of a cuboid room and the room doesn't has roof and front wall because the cube is removed from the corner(you can consider any two surfaces).Let us say the side of larger cube be A then its surface area is 6A2.And we have removed a cube of side a from the corner. After removing we get 4 squares of side a in the cavity and the area is 4 x a2. But the roof and front wall is not there so there is decrease in area by 2 x a2.So, the surface area of new figure is 6A2 + 4a2 - 2a2 = 6A2 + 2a2.So the surface area of new figure is more than the original cube.
Is a cube an example of a form?
It is a geometric solid.
How do you find the volume of a cube then write it in expanded form?
To find the volume of a cube, raise the length of a side to the third power.
How many cubes 1 centimeters on edge would be needed to form a larger cube of 3 centimeters?
9
How do you find the area of cubes together?
If many smaller cubes are combined to form a larger cube, then the surface area of the large cube is: 6 x (length of one side squared)
A wooden cube is 1 inch long on each side How many cubes will you need to form a cube that is 2 inches along each side?
you would need 8 cubes each of 1" to make a larger cube with 2" dimensions
The past participle form of compose is?
Composed.
What is the verb form of composure?
to compose oneself
What compose of amino acids?
Please form your question in the form of a question.
Which 3D shapes fit together if any?
There are several 3D shapes that fit together to form larger structures. Some examples include cubes, which fit together to create a larger cube, and tetrahedrons, which can be arranged to form larger tetrahedron structures. Additionally, octahedrons and icosahedrons can be combined to create larger shapes as well.
What is the abstract noun compose?
The abstract noun forms of the verb to compose are composition, composure, and the gerund, composing.Another noun form of the verb to compose is composer, a concrete noun as a word for a person.
What is the passe compose form for dire?
Past Participle is "dit"
What is the adjective form of cube?
The adjective form of the noun cube is cubic. A variant form is cubical (not to be confused with the working area, cubicle).
What is a cube is removed from the corner of a larger cube Datermine and explain the relationship between the total surface area of the original larger cube the new figure with the missing portion?
If we remove a cube from the corner then cavity we get to see can be considered in the form of a cuboid room and the room doesn't has roof and front wall because the cube is removed from the corner(you can consider any two surfaces).Let us say the side of larger cube be A then its surface area is 6A2.And we have removed a cube of side a from the corner. After removing we get 4 squares of side a in the cavity and the area is 4 x a2. But the roof and front wall is not there so there is decrease in area by 2 x a2.So, the surface area of new figure is 6A2 + 4a2 - 2a2 = 6A2 + 2a2.So the surface area of new figure is more than the original cube.
Why can you build larger molecules with carbon?
Carbon atoms readily link to one another to form a chain
